If `x = h + a sec theta` and `y = k + b cosec theta`·Then

If x=h+a sec theta and y= k + b "cosec" theta then

If x=h+a sec theta and y=k+b cos ec theta Then

If x = h+ asectheta and y=k + b"cosec"theta then

If x=h+asec thetaandy=k+b cosec theta . Then

sec theta=cosec theta

If x=sec theta - tan theta, y = cosec theta + cot theta then prove that xy+x-y+1=0 .

The equation of the line which cuts off intercepts 2a sec theta and 2a cosec theta on X-axis and Y-axis respectively is........... A) x sin theta + y cos theta -2a =0 B) x cos theta +y sin theta -2a =0 C) x sec theta + y cosec theta -2a =0 D) x cosec theta + y sec theta -2a =0